## NumbersEdit

Numbers in Perl do not have to be enclosed in any kind of punctuation; they can be written as straight numbers.

### Floating Point NumbersEdit

Here are some acceptable floating point numbers:

0.1, -3.14, 2.71828...

### IntegersEdit

*Integers* are all whole numbers and their negatives (and 0): {... -3, -2, -1, 0, 1, 2, 3 ...}.

Here are a few examples of integers:

12, -50, 20, 185, -6654, 6654

The following examples are **not** integers:

15.5, -3.458, 3/2, 0.5

### Non-decimal NumbersEdit

I'll dwell on this topic for a little longer than the other types of numbers. In Perl you can specify not only decimal numbers, but also numbers in hex, octal, and binary. If you are not familiar with how these systems work, you can try these Wikipedia articles:

In Perl you have to specify when you are going to write a non-decimal number. Binary numbers start with an 0b, so here are some possible binary numbers:

0b101011101 0b10

Octal numbers start with 0 ("zero"), so here are some possible octal numbers:

015462 062657 012

Hexadecimal numbers start with 0x, so here are some possible hexadecimal numbers:

0xF17A 0xFFFF

### Number OperatorsEdit

Just like strings, numbers have operators. These operators are quite obvious so I'll just give a quick example of each one.

#### The +, - , /, and * OperatorsEdit

These operators are pretty obvious, but here are some examples:

100 + 1 # That's 101 100 - 1 # That's 99 100 / 2 # That's 50 100 * 2 # That's 200

Perl also has the familiar increment, decrement, plus-equals, and minus-equals operators from C:

$a++ # evaluate, then increment ++$a # increment, then evaluate $a-- # evaluate, then decrement --$a # decrement, then evaluate $a += 5 # plus-equals operator, adds 5 to $a. Equivalent to $a = $a + 5 $a -= 2 # minus-equals operator, subtracts 2 from $a. Equivalent to $a = $a-2

Now let's look at one more operator that's a little less obvious.

#### The `**` OperatorEdit

The `**` operator is simply the exponentation operator. Here's another example:

2**4 # That's 16, same as 2^{4}4**3**2 # that's 4**(3**2), or 4^{9}, or 262144

Extra!The modulus operator ( %) can be used to find the remainder when dividing two numbers.If that doesn't make sense now, that's fine, it's not that important. (Note, this returns 0 when used on floating point numbers) |

### ExercisesEdit

- Remember the
`x`operator? Use a mathematical expression as the number of times to repeat the string, see what happens. - Write a program like our original hello world program except make it print a mathematical expression.